1 files changed, 0 insertions, 137 deletions
diff --git a/src/AST/Accum.hs b/src/AST/Accum.hs
deleted file mode 100644
index 988a450..0000000
--- a/src/AST/Accum.hs
+++ /dev/null
@@ -1,137 +0,0 @@
-{-# LANGUAGE DataKinds #-}
-{-# LANGUAGE GADTs #-}
-{-# LANGUAGE RankNTypes #-}
-{-# LANGUAGE StandaloneDeriving #-}
-{-# LANGUAGE TypeData #-}
-{-# LANGUAGE TypeFamilies #-}
-{-# LANGUAGE UndecidableInstances #-}
-module AST.Accum where
-
-import AST.Types
-import Data
-
-
-data AcPrj
-  = APHere
-  | APFst AcPrj
-  | APSnd AcPrj
-  | APLeft AcPrj
-  | APRight AcPrj
-  | APJust AcPrj
-  | APArrIdx AcPrj
-  | APArrSlice Nat
-
--- | @b@ is a small part of @a@, indicated by the projection @p@.
-data SAcPrj (p :: AcPrj) (a :: Ty) (b :: Ty) where
-  SAPHere :: SAcPrj APHere a a
-  SAPFst :: SAcPrj p a b -> SAcPrj (APFst p) (TPair a t) b
-  SAPSnd :: SAcPrj p a b -> SAcPrj (APSnd p) (TPair t a) b
-  SAPLeft :: SAcPrj p a b -> SAcPrj (APLeft p) (TLEither a t) b
-  SAPRight :: SAcPrj p a b -> SAcPrj (APRight p) (TLEither t a) b
-  SAPJust :: SAcPrj p a b -> SAcPrj (APJust p) (TMaybe a) b
-  SAPArrIdx :: SAcPrj p a b -> SAcPrj (APArrIdx p) (TArr n a) b
-  -- TODO:
-  -- SAPArrSlice :: SNat m -> SAcPrj (APArrSlice m) (TArr n t) (TArr (n - m) t)
-deriving instance Show (SAcPrj p a b)
-
-type data AIDense = AID | AIS
-
-data SAIDense d where
-  SAID :: SAIDense AID
-  SAIS :: SAIDense AIS
-deriving instance Show (SAIDense d)
-
-type family AcIdx d p t where
-  AcIdx d APHere t = TNil
-  AcIdx AID (APFst p) (TPair a b) = AcIdx AID p a
-  AcIdx AID (APSnd p) (TPair a b) = AcIdx AID p b
-  AcIdx AIS (APFst p) (TPair a b) = TPair (AcIdx AIS p a) (ZeroInfo b)
-  AcIdx AIS (APSnd p) (TPair a b) = TPair (ZeroInfo a) (AcIdx AIS p b)
-  AcIdx d (APLeft p) (TLEither a b) = AcIdx d p a
-  AcIdx d (APRight p) (TLEither a b) = AcIdx d p b
-  AcIdx d (APJust p) (TMaybe a) = AcIdx d p a
-  AcIdx AID (APArrIdx p) (TArr n a) =
-    -- (index, recursive info)
-    TPair (Tup (Replicate n TIx)) (AcIdx AID p a)
-  AcIdx AIS (APArrIdx p) (TArr n a) =
-    -- ((index, shape info), recursive info)
-    TPair (TPair (Tup (Replicate n TIx)) (ZeroInfo (TArr n a)))
-          (AcIdx AIS p a)
-  -- AcIdx AID (APArrSlice m) (TArr n a) =
-  --   -- index
-  --   Tup (Replicate m TIx)
-  -- AcIdx AIS (APArrSlice m) (TArr n a) =
-  --   -- (index, array shape)
-  --   TPair (Tup (Replicate m TIx)) (Tup (Replicate n TIx))
-
-type AcIdxD p t = AcIdx AID p t
-type AcIdxS p t = AcIdx AIS p t
-
-acPrjTy :: SAcPrj p a b -> SMTy a -> SMTy b
-acPrjTy SAPHere t = t
-acPrjTy (SAPFst prj) (SMTPair t _) = acPrjTy prj t
-acPrjTy (SAPSnd prj) (SMTPair _ t) = acPrjTy prj t
-acPrjTy (SAPLeft prj) (SMTLEither t _) = acPrjTy prj t
-acPrjTy (SAPRight prj) (SMTLEither _ t) = acPrjTy prj t
-acPrjTy (SAPJust prj) (SMTMaybe t) = acPrjTy prj t
-acPrjTy (SAPArrIdx prj) (SMTArr _ t) = acPrjTy prj t
-
-type family ZeroInfo t where
-  ZeroInfo TNil = TNil
-  ZeroInfo (TPair a b) = TPair (ZeroInfo a) (ZeroInfo b)
-  ZeroInfo (TLEither a b) = TNil
-  ZeroInfo (TMaybe a) = TNil
-  ZeroInfo (TArr n t) = TArr n (ZeroInfo t)
-  ZeroInfo (TScal t) = TNil
-
-tZeroInfo :: SMTy t -> STy (ZeroInfo t)
-tZeroInfo SMTNil = STNil
-tZeroInfo (SMTPair a b) = STPair (tZeroInfo a) (tZeroInfo b)
-tZeroInfo (SMTLEither _ _) = STNil
-tZeroInfo (SMTMaybe _) = STNil
-tZeroInfo (SMTArr n t) = STArr n (tZeroInfo t)
-tZeroInfo (SMTScal _) = STNil
-
--- | Info needed to create a zero-valued deep accumulator for a monoid type.
--- Should be constructable from a D1.
-type family DeepZeroInfo t where
-  DeepZeroInfo TNil = TNil
-  DeepZeroInfo (TPair a b) = TPair (DeepZeroInfo a) (DeepZeroInfo b)
-  DeepZeroInfo (TLEither a b) = TLEither (DeepZeroInfo a) (DeepZeroInfo b)
-  DeepZeroInfo (TMaybe a) = TMaybe (DeepZeroInfo a)
-  DeepZeroInfo (TArr n a) = TArr n (DeepZeroInfo a)
-  DeepZeroInfo (TScal t) = TNil
-
-tDeepZeroInfo :: SMTy t -> STy (DeepZeroInfo t)
-tDeepZeroInfo SMTNil = STNil
-tDeepZeroInfo (SMTPair a b) = STPair (tDeepZeroInfo a) (tDeepZeroInfo b)
-tDeepZeroInfo (SMTLEither a b) = STLEither (tDeepZeroInfo a) (tDeepZeroInfo b)
-tDeepZeroInfo (SMTMaybe a) = STMaybe (tDeepZeroInfo a)
-tDeepZeroInfo (SMTArr n t) = STArr n (tDeepZeroInfo t)
-tDeepZeroInfo (SMTScal _) = STNil
-
--- -- | Additional info needed for accumulation. This is empty unless there is
--- -- sparsity in the monoid.
--- type family AccumInfo t where
---   AccumInfo TNil = TNil
---   AccumInfo (TPair a b) = TPair (AccumInfo a) (AccumInfo b)
---   AccumInfo (TLEither a b) = TLEither (PrimalInfo a) (PrimalInfo b)
---   AccumInfo (TMaybe a) = TMaybe (AccumInfo a)
---   AccumInfo (TArr n t) = TArr n (AccumInfo t)
---   AccumInfo (TScal t) = TNil
-
--- type family PrimalInfo t where
---   PrimalInfo TNil = TNil
---   PrimalInfo (TPair a b) = TPair (PrimalInfo a) (PrimalInfo b)
---   PrimalInfo (TLEither a b) = TLEither (PrimalInfo a) (PrimalInfo b)
---   PrimalInfo (TMaybe a) = TMaybe (PrimalInfo a)
---   PrimalInfo (TArr n t) = TArr n (PrimalInfo t)
---   PrimalInfo (TScal t) = TNil
-
--- tPrimalInfo :: SMTy t -> STy (PrimalInfo t)
--- tPrimalInfo SMTNil = STNil
--- tPrimalInfo (SMTPair a b) = STPair (tPrimalInfo a) (tPrimalInfo b)
--- tPrimalInfo (SMTLEither a b) = STLEither (tPrimalInfo a) (tPrimalInfo b)
--- tPrimalInfo (SMTMaybe a) = STMaybe (tPrimalInfo a)
--- tPrimalInfo (SMTArr n t) = STArr n (tPrimalInfo t)
--- tPrimalInfo (SMTScal _) = STNil